PLL Algorithms - CFOP Speedcubing Cases - Speedsolving.com Wiki
PLL. PLL is the acronym for Permutation of the Last Layer. Permutation of the Last Layer is the last step of many speedsolving methods. In this step, the pieces on the top layer have already been oriented (OLL) so that the top face has all the same color, and they can now be moved into their solved positions. There are 21 PLLs (13 if you count ...
SpeedSolving Puzzles Community
PLL (Permutation of the Last Layer) is a step in solving the Rubik's Cube that permutes the last layer pieces into their correct positions.
SpeedSolving Puzzles Community
A community focused on speed-solving puzzles, particularly the Rubik's cube and alike.
4x4x4 parity algorithms - Speedsolving.com Wiki
The remaining PLL parity cases which involve the fewest number of pieces (besides the most popular case above) are the following. Despite that one can technically solve all 22 PLL parity cases by executing an algorithm meant to solve any one of them (to any face) and then finish solving the 4x4x4 as if it was a 3x3x3, special algorithms have ...
1LLL - Speedsolving.com Wiki - SpeedSolving Puzzles Community
Since most speed solvers regard reflective symmetry and inversions as different cases (e.g. PLL is thought of as 21 algorithms rather than 13 algorithms plus mirrors and inverses), 1LLL should be thought of as 3915 algorithms. PLL, ELL, and ZBLL are all subsets of 1LLL, albeit a small proportion of the algorithms.
ZBLL - Speedsolving.com Wiki
Oct 14, 2023 · Purpose (s): Speedsolving, FMC. ZBLL is a step in many methods which involves solving the entire last layer in one step, assuming that the edges are already oriented. This is part of the ZB method, but it can be useful for any other method which leaves the edges of the last layer oriented after F2L is solved (such as the Petrus method, or ZZ ...
Roux method - Speedsolving.com Wiki
Fewest Moves. One-Handed Solving. Roux (French: [ʁu], English: [ɹuː] ROO) is a Rubik's cube speedsolving method invented by Gilles Roux. Roux is based on Blockbuilding and Corners First methods. It is notable for its low movecount, lack of rotations, heavy use of M moves in the last step, and adaptability to One-Handed Solving.
Corner Orientation - Speedsolving.com Wiki
This results in a limited PLL set of 9 cases, down from 21 in full PLL. If you permute all four edges every time (superphase) and employ OLCs that preserve full edge permutation, this further reduces PLL cases to just A, E, and H. Of the 7 orientation cases in ZZ, 4 do not commonly preserve edge permutation (Sune, Antisune, Pi, Double-Sune).
ZZ method - Speedsolving.com Wiki
Aug 25, 2024 · There are 493 cases and can be done with fewer algs by taking advantage of mirrors. ZZ-CE, or ZZ-VH, (sometimes mistakenly called ZZ-a): COLL is used to orient and permute the LL corners while preserving LL edge orientation (42 algorithms), EPLL is left to permute the LL edges (4 algorithms). Often used in OH solving because all EPLL's can be ...
1LLL - Speedsolving.com Wiki
Nov 28, 2022 · Since most speed solvers regard reflective symmetry and inversions as different cases (e.g. PLL is thought of as 21 algorithms rather than 13 algorithms plus mirrors and inverses), 1LLL should be thought of as 3915 algorithms. PLL, ELL, and ZBLL are all subsets of 1LLL, albeit a small proportion of the algorithms.